无机材料学报 ›› 2023, Vol. 38 ›› Issue (2): 155-162.DOI: 10.15541/jim20220326 CSTR: 32189.14.10.15541/jim20220326
所属专题: 【信息功能】介电、铁电、压电材料(202409); 【信息功能】柔性材料(202409)
收稿日期:
2022-06-11
修回日期:
2022-08-08
出版日期:
2023-02-20
网络出版日期:
2022-09-15
通讯作者:
胡海龙, 副教授. E-mail: hailonghu@csu.edu.cn作者简介:
陈雷(1999-), 男, 硕士研究生. E-mail: sccl@mail.ustc.edu.cn
基金资助:
Received:
2022-06-11
Revised:
2022-08-08
Published:
2023-02-20
Online:
2022-09-15
Contact:
HU Hailong, associate professor. E-mail: hailonghu@csu.edu.cnAbout author:
CHEN Lei (1999-), male, Master candidate. E-mail: sccl@mail.ustc.edu.cn
Supported by:
摘要:
与其它储能设备相比, 由介电复合材料制得的介质电容器在快速充放电能力与高功率密度方面极具优势, 如何提高介电复合材料能量密度与优化其击穿性能已成为当前研究热点之一。为进一步调控并兼顾介电常数与击穿性能, 本工作基于DBM(Dielectric Breakdown Model, 介电击穿模型), 采用有限元数值模拟, 研究了无机填料的分布对柔性聚二甲硅氧烷(PDMS)基介电复合材料体系的电场与发生介电击穿时击穿损伤形貌演变的具体影响。研究结果表明: 填料与基体边界处存在较大的介电差异, 可以使用较大介电常数的聚合物基体或较小介电常数的无机填料来减小其界面处的高电场区域, 继而提高复合材料的耐击穿能力;同时发现当无机填料分散更均匀时, 其树状损伤通道更容易产生分支, 此种情况将使介电击穿的树状损伤通道的损伤位点增多, 延缓其损伤速度, 继而提高复合材料的耐击穿性能。该研究结果将为开发高储能密度且具有优异击穿性能的有机-无机复合电介质材料提供坚实的理论依据。
中图分类号:
陈雷, 胡海龙. 柔性PDMS基介电复合材料的电场及击穿损伤形貌演变规律研究[J]. 无机材料学报, 2023, 38(2): 155-162.
CHEN Lei, HU Hailong. Evolution of Electric Field and Breakdown Damage Morphology for Flexible PDMS Based Dielectric Composites[J]. Journal of Inorganic Materials, 2023, 38(2): 155-162.
图3 DBM模型的计算方法
Fig. 3 Calculation method of DBM model (a) Electric field distribution determined by finite element analysis; (b) Electric field distribution determined by MATLAB; (c) Two-dimensional array model consisting of 200×200 grid points Colorful figures are available on website
图4 改变填料与基体介电常数之比时, 介电复合材料电位移的变化
Fig. 4 Electrical displacement evolution of dielectric composite material with varied ratio n between fillers and matrix dielectric constant (a)When the dielectric composite filler is selected to be BaTiO3; (b) When the dielectric composite matrix is selected to be PDMS
图7 电场分布分析
Fig. 7 Analysis of electric field distribution (a) Dielectric composites composed of filler particles and matrix; (b) Internal electric field distribution in dielectric composites Colorful figures are available on website
图8 不同介电常数时的电场及电位移场分布
Fig. 8 Electric field and displacement field distribution with different dielectric constant (a) Electric field distribution along AA' transversal; (b) Electric displacement field distribution along AA' transversal; (c) Electric field distribution along AA' transversal with dielectric constant of filler particles reduced by m times; (d) Electric displacement field distribution along AA' transversal with dielectric constant of filler particles reduced by m times Colorful figures are available on website
图9 添加不同无机填料含量的介电复合材料的击穿损伤形貌
Fig. 9 Breakdown damage morphologies of dielectric composites with different contents of inorganic fillers Colorful figures are available on website
图10 不同含量无机填料的介电复合材料与纯聚合物基体的损伤形貌量化对比分析
Fig. 10 Quantitative analysis of breakdown damage morphology between dielectric composite with different contents of filler particles and pure polymer matrix (a) Fractal dimension; (b) Damage path length
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